A pair of 400 mm diameter carbon steel rollers are pressed together (with axis aligned) in...
A carbon steel ball with 25-mm diameter is pressed together with an aluminum ball with a 40-mm diameter by a force of 10 N. Determine the maximum pressure exerted by the steel ball on the aluminum ball. If the steel ball was pressed on an aluminum flat plate by a force of 10 N, what is the maximum pressure exerted by the steel ball? (νsteel = 0.292, νaluminum = 0.333, Esteel = 207 GPa, Ealuminum = 71.7 GPa)
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answer 18.11 and 18.12
18.11 A steel ring with an outside diameter of 150 mm and an inside diameter of 100 mm is shrunk onto another steel ring with an inside diameter of 50 mm. An axial force of 56,54 kN is needed to push the rings apart. Calculate the pressure at the mating surface and the shrinkage allowance given that both rings are 20 mm thick and the coefficient of friction between the mating surfaces is 0,2. Using...
8.3 A single ball rolling in a groove has a 10-mm diameter and a 4-N normal force acting on it. The ball and the groove have a 200-GPa modulus of elasticity and a Poisson's ratio of 0.3. Assuming a 6.08-mm-radius groove in a semi-infinite steel block, determine the following: (a) Contact zone dimensions Ans. Dy = 0.227 mm, D = 0.0757 mm. (b) Maximum elastic deformation Ans. Omax = 0.391 um. (c) Maximum pressure Ans. 0.445 GPa.
Shape FilB Convert to Picture Shapes Text Arrange Quick MENG 3505 Mechanics of Materials Spring 2018 Example, Contact of Spherical Surfaces Two carbon steel spherical surfaces, each 30 mm in diameter, are pressed together by a force F Find the maximum values of the principal stresses and the maximum shear stress if F = 50 N, v = 0.3, and E-207 GPa. Contact Po area 2a E2 al Bonus #3: solve this example. Course Material for MENG 3505
Q.3. A hollow steel shaft ACB of outside diameter 50 mm and inside diameter 40 mm is fixed at ends A and B. Horizontal forces P are applied at the ends of a vertical arm that is welded to the shaft at point C. The allowable shear stress in the shaft is tall 45 MPa. Determine the maximum allowable force P 200 mm 200 mm 600 mm 400 mm
coefficient of low carbon steel: 0.7 (static)
0.6 (kinetic)
Also need help with this second homework problem related to metal forming: 2. Given the following for hot rolling a low-carbon steel plate, calculate the number of rolling passes if the maximum load on the roll in each pass is not to exceed 28,400 lb/in^2: - Diameter of the roll: 20 inches (500 mm) - Stock width: 48 inches (1020 mm) - Initial thickness: 1.5 inch (37.5 mm) - Final thickness:...
A carbon steel coil spring has a mean diameter of 60 mm and is formed of 12 mm bar. It is subjected to a continuously alternating load between a maximum of 7000 N and a minimum of 4500 N. If the torsional yield point of the material is 700 MN/m2 and the endurance limit due to released loading is 300 MN/m2 , determine the factor of safety under which the spring is operating from both the standpoint of endurance and...
A 20-mm-diameter steel shaft, made of AISI 1035 HR steel, transmits power while rotating at 400 rev/min. Assume any bending moments in the shaft to be relatively small compared to the torque. Determine how much power, in units of kW, the shaft can transmit with a static factor of safety of 1.5 based on (a) the maximum-shear-stress theory. (b) distortion-energy theory.
QUESTION 5 During the orthogonal cutting of medium carbon steel rod with diameter of 75 mm and yield strength of 240 N/mm², the following machining data were used: Rake angle = 12°C Spindle speed = 950 rev/min Chip thickness ratio = 0.25 mm Depth of cut = 0.8 mm Width of cut = 5.0 mm Horizontal component of the cutting force = 1000 N The vertical component of the cutting force = 1400 N Calculate the following: (a) Shear plane...
uestion 2 5 points Save Answe A cylindrical bar of steel, 15 mm in diameter, is deformed elastically by an application of a tensile force along the bar's long axis. Determine the force that will produce an elastic decrease of 2 microns in the diameter. Consider the elastic modulus of steel to be 200 GPa and its Poisson's Ratio to be 0.30. 32,400 N -32,400 N 15,700 N -15,700 N